Eduardo N.S.R.

Best response http://www.askamathematician.com/2009/11/since-pi-is-infinite-can-i-draw-any-random-number-sequence-and-be-certain-that-it-exists-somewhere-in-the-digits-of-pi/

Also very instructive http://math.stackexchange.com/questions/216343/does-pi-contain-all-possible-number-combinations

Basically, it inferred that because it is an endless and randomly distributed sequence, there is a probability of finding a finite sequence within this, given the existence of enough time...

About the query, it simply does an integral math on the number and extract the sequence by brute force. When he located the sequence, the contained information it's more easily...

Yes, it is a joke, on the fact that we can't even prove if it coalesces into something palpable...

In the fact, it doesn't compress anything, it simply stores it by provide a index and offset of the finite sequence we are searching, into the infinite normal set. The...

In some (in fact, many) cases, the index number could be greater than the "encoded" itself. So, the fact remains that we can't consider it as "compression" but "store".

I think this can be used in a sort of encryption, since if we hide the normal number / integration formula, we can easilly create a good crypto system, based...

It's not plagiarism if we are comparing two different productions. Moreover, the theory already exists under the Bailey-Borwein-Plouffe formula.

I think that, as i said on issue #18, the easy computable irrational numbers would be the best to use instead pi, euler or any of the transcedental numbers. As...